%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
VitrineDH2018
2018-01-20T16:45-05:00
2018-01-20T16:45-05:00
2018-01-20T16:45-05:00
Adobe Illustrator CS6 (Macintosh)
192
256
JPEG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uuid:b0d35f22-3f88-614f-b986-fb63f886bbac
xmp.did:0580117407206811822AED9830DC3BC8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0480117407206811822AED9830DC3BC8
xmp.did:0480117407206811822AED9830DC3BC8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ABD928F450D5D
2016-01-17T18:22:37-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0580117407206811822AED9830DC3BC8
2018-01-20T16:44:56-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/emmanuelchateau/Documents/udem/crihn/logo.eps
EmbedByReference
/Users/emmanuelchateau/Documents/udem/udemGraphisme/UdeM/UdeM_CMJK.eps
Print
False
True
1
256.998611
363.999832
Millimeters
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
13.0d2e2
False
HelveticaNeue.ttc
Futura-CondensedExtraBold
Futura
Condensed ExtraBold
TrueType
13.0d1e3
False
Futura.ttc
Futura-Medium
Futura
Medium
TrueType
13.0d1e3
False
Futura.ttc
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
Cyan
Magenta
Yellow
Black
#C00;
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
#C00;
SPOT
100.000000
RGB
204
0
0
PANTONE 2935 CV
SPOT
100.000000
RGB
0
116
182
C=0 M=100 Y=60 K=46
SPOT
100.000000
CMYK
0.000000
100.000000
60.000004
45.882401
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 728.5 1031.81]/Type/Page>>
endobj
13 0 obj
<>stream
HWndWp)ˌ00 E&Q s{Zc h\b=N/|e.]9+sjrw^o拧 2pl1PmćU/zdCY
l%u+.N{A?;΅>ۛto{arwz4UV̇ѯD_ի2>a1lj2}Ȯnԭ_>#~ьOwX=?/xzzcԔ'su{ /*
!&s6no@ܷj:\35d;